In this paper we present a new method to estimate Fekete points on surfaces.
Although our method works in a general setting, we concentrate on its application to
the unit sphere because it is the prototype problem and ...

In this paper we present a procedure for the estimation of the Fekete points on a
wide variety of non-regular objects in $R^3$. We understand the problem of the Fekete
points in terms of the identification of good ...

In this work we define the effective resistance between any pair of vertices with respect to a value λ ≥ 0 and a weight ω on the vertex set. This allows us to consider a generalization of the Kirchhoff Index of a finite ...

The versatility of Jet-Grouting as a soil improvement technique has made this procedure to be widely used in geotechnical engineering practice. In this work we discuss some aspects related to the THMC
coupling phenomena ...

A framework for the study of the jet-grouting hydration reaction and of the associated THMC interactions with the surrounding soils has been developed. In this
work, we summarize the basic formulation that may be used for ...

We aim here at analyzing self-adjoint boundary value problems
on finite networks associated with positive semi-definite
Schrödinger operators. In addition, we study the existence
and uniqueness of solutions and its ...

In this work we study the different types of regular boundary value
problems on a path associated with the Schrödinger operator. In
particular, we obtain the Green function for each problem and we
emphasize the case of ...

In this work we describe a procedure for the smoothing of non-regular yield surfaces and
plastic potential functions. We also present several application examples corresponding to different well-known cases. Moreover, we ...

A framework for the study of the jet-grouting hydration reaction and of the associated thermo-hydro-mechanical and chemical (THMC) interactions with the surrounding soils has been developed. In this work, we summarize the ...